Determining the hydration status of a patient

ABSTRACT

The invention makes use of a certain compartmental model to relate various measurement data from a patient to these compartments which in turn enable conclusions about the hydration and/or nutrition status of the patient to be drawn. According to the invention a method is provided for determining the volume ECVhydr(t) of a body compartment of a patient at a time t comprising the steps of determining at least one anthropometric measure X(t) of the patient at the time t, determining the extracellular water volume ECV(t) of the patient at the time t, determining the intracellular water volume ICV(t) of the patient at the time t, deriving the extracellular water volume ECVbasic(t) of a first compartment with weight Wbasic(t) of the patient at the time t by using X(t), deriving the extracellular water volume ECVsec(t) of a second compartment of the patient at the time t by using ICV(t), and deriving ECVhydr(t) as the extracellular water volume of a third compartment of the patient with weight Whydr(t). The extracellular volume ECVhydr(t) is a measure for the hydration status of the patient. A device for carrying out the method according to the invention is also part of the invention. The invention is particularly helpful in the dry weight management of a patient suffering from renal failure. Information on other body tissue compartments like muscle and/or fat may also be derived reflecting the nutrition status of a patient.

The invention relates to the field of monitoring the hydration and/or nutrition status of a patient.

The kidneys carry out several functions for maintaining the health of a human body. First, they control the fluid balance by separating any excess fluid from the patient's blood volume. Second, they serve to purify the blood from any waste substances like urea or creatinine. Last not least they also control the levels of certain substances in the blood like electrolytes in order to ensure a healthy and necessary concentration level.

In case of renal failure ingested fluid accumulates in body tissues and the vascular system causing increased stress on the circulatory system. This surplus fluid has to be removed during a dialysis treatment by ultrafiltration of the blood. If insufficient fluid is removed the long term consequences can be severe, leading to high blood pressure and cardiac failure. Cardiac failure itself is many times more likely to occur in dialysis patients and it is thought that states of fluid overload are one of the major contributing factors. Removal of too much fluid is also dangerous since the dialysis patient becomes dehydrated and this invariably leads to hypotension.

The dry weight (for the sake of simplicity the words “weight” and “mass” shall be used synonymously throughout this patent application document—which is usual practise in the medical field anyway) defines the weight of a patient that would be achieved if the kidneys were working normally. In other words this represents the optimal target weight (or fluid status) which should be achieved in order to minimise cardiovascular risk. Dry weight has always been an elusive problem in routine clinical practise due to lack of quantitative methods for its assessment. Currently the dry weight problem is approached using indirect indicators like e.g. blood pressure, echocardiographic investigations and subjective information such as X-rays. Furthermore it has been particularly difficult to define a set of conditions which are universally accepted as the dry weight standard.

A promising method to derive the fluid status of a patient involves the use of bioimpedance measurements. A small alternating current is applied to two or more electrodes which are attached to a patient and the corresponding electric potential difference is measured. The various fluid compartments of a human body contribute differently to the measured signals. The use of multiple frequencies allows the intracellular water (ICV) and extracellular water (ECV) volumes to be determined. An example of such a device is described in the international patent application WO 92/19153. However, this document discloses no method regarding how the dry weight of the particular patient can be derived.

The U.S. Pat. No. 5,449,000 describes a bioimpedance system also using multiple frequencies to determine ECV and ICV. Furthermore certain population dependent data are taken for using and choosing so-called population prediction formulas. The body composition is then analysed by using these formulas and with the help of segmental bioimpedance signals. This document also lacks a disclosure of a method how the dry weight may be derived.

Hence there is a need for a non-invasive, accurate and easy to use method for dry weight assessment which nevertheless takes into account individual variations without grossly limiting the analysis to certain populations. This method would be of major benefit to the management of dialysis patients and could significantly reduce hospitalisation costs in the long term. There is also a need for an easy to carry out method to assess the body composition of a patient in a more general manner, providing additional insight into the nutrition and training status.

It is an object of this invention to provide such a method.

According to the invention this problem is solved by a method for determining a body compartment ECV_(hydr)(t) of a patient at a time t comprising the steps of determining at least one anthropometric measure X(t) of the patient at the time t, determining the extracellular water volume ECV(t) of the patient at the time t, determining the intracellular water volume ICV(t) of the patient at the time t, deriving the extracellular water volume ECV_(basic)(t) of a first compartment with weight W_(basic)(t) of the patient at the time t by using X(t), deriving the extracellular water volume ECV_(sec)(t) of a second compartment of the patient at the time t by using ICV(t), and deriving the volume ECV_(hydr)(t) as the extracellular water volume of a third compartment of the patient with weight W_(hydr)(t) by using the equation ECV _(hydr)(t)=ECV(t)−ECV _(basic)(t)−ECV _(sec)(t)  (1).

The invention provides for an easy and straight forward method to directly address the dry weight management of a patient. As will be outlined below this is possible because the invention is based on the observation that some body compartments only vary in a very predictable manner from one individual to another whereas other compartments show a much larger variability which may be-addressed only by appropriate measurements. By transferring this observation to an analysis of the body compartments with respect to their ECV and ICV contributions the method according to the invention is found. The hydration status maybe analysed entirely by the status of a single body compartment which was appropriately separated from the other compartments which correspond to the status of individuals which are not mal-hydrated. For these individuals the single body compartment which is representing the hydration status would have a negligible volume. For over-hydrated individuals like patients with renal failure this body compartment has a positive volume. For de-hydrated individuals like patients suffering from gross fluid loss or too low fluid intake it is negative.

The variability of the first compartment of the patient is mainly dependent on the anthropometric measure X(t). Anthropometric measures shall comprise all geometric dimensions/sizes and/or weight data of the patient which relate to the weight W_(basic)(t) of the first compartment. An example for X(t) is the height H(t) of the patient.

The volume ECV_(sec)(t) of the second compartment is characterized by a variability in cell mass that can appropriately be described by an ICV measurement (or a measurement correlated with it). One such compartment is the compartment of muscle tissue with weight W_(muscle)(t) and extracellular water volume ECV_(muscle)(t).

Once the hydration status of the patient is derived other information may be derived in further embodiments of the invention. According to one such embodiment the weight W_(sec)(t) of the second compartment and the weight W_(fat)(t) of a fourth compartment of the patient at the time t, the latter representing the fat mass, are also derived. Hence the invention provides for an easy and convenient method to also assess the nutrition and training status of the patient.

In a preferred embodiment of the, invention ECV(t) and ICV(t) are derived by a bioimpedance measurement. The bioimpedance measurement may be a whole body or a segmental measurement. The bioimpedance measurement may be performed at a single frequency, at a small number of frequencies (typically 2-4), or in multi-frequency mode, the latter being the preferred embodiment since this mode should allow the most precise determination of ECV(t) and ICV(t).

It is also an object of the invention to provide a device for a non-invasive, accurate and easy to use dry weight and/or body compartment assessment. The invention therefore also concerns a device for carrying out the method according to the invention comprising a microprocessor unit which in turn comprises a microprocessor program storage unit, an input unit to enable entering values of ECV(t), ICV(t) and X(t), a computer storage unit for storing the ECV(t), ICV(t) and X(t) values, wherein the microprocessor program storage unit comprises a program for deriving the extracellular water volume ECV_(hydr)(t) by deriving the extracellular water volume ECV_(basic)(t) of the first compartment with weight W_(basic)(t) of the patient at the time t by using the value(s) of X(t), by deriving the volume ECV_(sec)(t) of the second compartment with weight W_(sec)(t) by using the value of ICV(t) and by deriving the volume ECV_(hydr)(t) as the extracellular water volume of the third compartment of the patient with weight W_(hydr)(t) by using equation (1).

In a preferred embodiment of the invention the device further comprises means for determining the ECV(t) and ICV(t) values. The means for determining these values may be a bioimpedance device, applied in a whole body or segmental measurement mode.

The input unit may be a manual user interface such as a keyboard in order to enable the input of the ECV(t), ICV(t) and X(t) values In a particularly convenient embodiment the means for determining the ECV(t), and ICV(t) values and/or the means for determining the X(t) value are directly linked to the input unit which contains a corresponding interface in this case. The manual input of these values is then no longer necessary.

The invention also comprises a method for deriving a muscle weight W_(muscle)(t) and/or a lean body mass LBM(t) of the patient at the time t. According to the invention the muscle weight W_(muscle)(t) is derived by determining at least one anthropometric measure X(t) of the patient at the time t, determining the intracellular water volume ICV(t) of the patent at the time t, deriving the intracellular water volume ICV_(basic)(t) of a first compartment with weight W_(basic)(t) of the patient at the time t by using X(t), and deriving the muscle weight W_(muscle)(t) as the weight of a second compartment of the patient by using ICV_(basic)(t) and ICV(t).

As was outlined above muscle compartment is among those which exhibit a larger degree of individual variation. Due to the concept of the invention and unlike for the third compartment with weight W_(hydr)(t), the weight of the muscle mass may be characterized without any measurement of the extracellular water of the patient. With the help of the determination of the basic weight W_(basic)(t) it is—similar to the derivation of ECV_(hydr)(t)—possible to properly identify the weight of the muscle compartment of the patient.

The knowledge of W_(muscle)(t) itself might be interesting for body composition analysis. In addition this provides for a possibility to calculate a lean body mass of the patient which is the dry weight of the patient excluding fat mass.

The invention also encompasses a device for deriving the muscle weight W_(muscle)(t). This device is similar to the one described above except that there are no units necessary to enable entering and storing the ECV(t) value and that the microprocessor program storage unit comprises a program for deriving the muscle weight W_(muscle)(t) of the second“compartment by deriving the intracellular water volume ICV_(basic)(t) of the first compartment of the patient at the time t by using the value(s) of X(t) and by deriving the weight W_(muscle)(t) of the second compartment of the patient at the time t by using ICV_(basic)(t) and ICV(t).

A computer storage medium on which a computer program is stored which is to be used in a device according to the invention for carrying out the methods according to the invention, is also constituting a part of the invention.

Various further embodiments of the invention are subject of the subclaims of the independent claims.

For an improved understanding of the invention non-restrictive examples will be described with reference to the appended drawings in which.

FIG. 1 shows a schematic illustration of the weight of a patient and four body compartments together with their ECV and ICV contributions,

FIG. 2 schematically shows an embodiment of a device for determining the dry weight of a patient according to the invention,

FIG. 3 a shows a bioimpedance electrode arrangement for whole body bioimpedance measurements,

FIG. 3 b shows a bioimpedance electrode arrangement for segmental body bioimpedance measurements,

FIG. 4 shows an illustration of a bioimpedance measurement for determining the ECV and/or ICV contributions,

FIG. 5 shows the dependence of an average weight of a population on the height of an individual,

FIG. 6 shows a compilation of numerical values for the coefficients k_(i) relating the basic weights W_(basic,i) to the average weight W_(av),

FIG. 7 shows a compilation of numerical values for the coefficients λ_(ECV) and λ_(ICV) relating the basic weight subcompartments to their ECV and ICV contributions and

FIG. 8 shows a graphical overview of the method according to the invention to derive various body compartment masses.

As shown in FIG. 1 the total body weight W(t) may be regarded as the sum of the weights of four compartments: W(t)=W _(basic)(t)+W _(muscle)(t)+W _(hydr)(t)+W _(fat)(t)  (2), wherein the second compartment (W_(sec)(t)) has been assigned to the compartment W_(muscle)(t) of muscle tissue which shall comprise the skeleton muscles, the third compartment W_(hydr)(t) to the volume of mal-hydration fluid and the fourth compartment W_(fat)(t) to the fat tissue.

The invention makes use of the observation that the weight W_(basic)(t) of the first compartment, i.e. the basic weight, which shall consist of everything else than the named other tissues, i.e. muscles, fat and the mal-hydration fluid, remains largely constant from one individual to another as long as certain anthropometric measures X(t) (detailed below) remain the same. The tissues which contribute to this first compartment comprise mainly bones, organs, blood and skin.

Different to the basic weight W_(basic)(t) the weights of the second and fourth compartments, i.e. the muscle and the fat compartment with a muscle weight W_(muscle)(t) and a fat weight W_(fat)(t), exhibit by far the greatest degree of variability between different subjects. In the case of dialysis or other mal-hydrated patients, a third compartment must be included in order to take into account the hydration status or mal-hydration weight W_(hydr)(t). For non-malhydrated, i.e. normohydrated patients the latter should be negligible or at least small, reflecting normal daily variations due to fluid intake and excretions.

The invention is further based on the observation that the ECV and ICV spaces contribute differently to these four compartments. The status of mal-hydration, in particular of overhydration, is particularly leading to a volume change in the ECV space while the ICV space remains mainly constant. Also the proportion of water contained in fat tissue may be assumed to be negligible.

As displayed in FIG. 1, in homeostasis a given basic and muscle weight is accompanied by specific values of ECV and ICV. To a good approximation ECV and ICV are linearly proportional to weight in these compartments (minor deviations are discussed below).

An example of the method according to the invention to determine the hydration status of a patient is now described with the help of an embodiment of a device according to the invention. Such an embodiment of a device for determining the ECV volume of a body compartment W_(hydr)(t) of a patient is shown in FIG. 2. The device 10 comprises a microprocessor, unit 1 which in turn comprises a microprocessor program storage unit 1 a. By means of a link 4, the microprocessor unit 1 is connected to an input unit 2 and a computer storage unit 3. A program for deriving the volume ECV_(hydr)(t) of a patient at a time t is stored in the microprocessor program storage unit 1 a.

The microprocessor program derives the volume ECV_(hydr)(t), as follows: The extracellular and intracellular water volumes ECV(t) and ICV(t) of the subject at the time t are determined and entered into the input unit 2 which passes the values to the computer storage, unit 3 where they are stored.

To determine the ECV(t) and ICV(t) values, means 5 are provided which are connected to the input unit 2 by a link 6. The means 5 is a bioimpedance measurement device. For the bioimpedance measurement various electrode arrangements are possible. In FIG. 2 only two electrode elements 5 a and 5 b are attached to the bioimpedance measurement device 5. Each of the electrode units 5 a and 5 b consists of a current injection electrode and a potential pick up electrode (not shown). By applying the two electrode units 5 a and 5 b to thee wrist and the ankle of a patient, respectively, as outlined in FIG. 3 a, the wholy body impedance may be determined. Under this electrode configuration the body may be regarded as a combination of several homogenous cylinders, representing trunk, legs and arms. By using additional electrodes on shoulder and hip, these cylindrical segments may be measured separately, thereby possibly increasing the accuracy of volume determinations. Such a configuration is displayed in FIG. 3 b. Additional electrode units 5 a′ and 5 b′ are attached close to the corresponding shoulder and the hip of the patient enabling a segmental approach to the body elements leg, arm and trunk.

The ECV(t) value is determined by exploiting the fact that the electrical impedance of body tissue changes as alternating currents of different frequencies are applied to the patient via the electrodes. At low frequencies the cell membranes behave as insulators and the applied current passes only through the ECV spaces. At high frequencies the cell membranes become more conductive and thus current passes through both the ICV and ECV spaces. This is illustrated in FIG. 4. Measurement of the impedance over at least two frequencies, better over a range of frequencies, allows an impedance locus to be constructed from which the resistance of the ICV and ECV components may be determined. Hence the volumes of the respective compartments can then be calculated from the resistance information, based on compartment resistivity constants available from prior studies for which the volumes were also determined by dilution measurements.

A bioimpedance device performing such calculations is distributed by Xitron Technologies under the trademark Hydra™. Details about this device are disclosed in the international patent application WO 92/19153.

Returning to the embodiment shown in FIG. 2, means 7 are also provided for determining the height H(t) of the patient as an anthropometric measure X(t), which are connected to the input unit 2 by a link 8. The means 7 consist of a metering device which is well known in the art. In this advanced embodiment of the invention means 7 also comprises scales means for the determination of the weight W(t) of the patient.

In the embodiment shown in FIG. 2 the input unit 2 contains an interface by which the values for ECV(t), ICV(t), H(t) and W(t) are directly transferred via the link 4 to the computer storage unit 3. It may also be possible that the determined values for all or a part of the ECV(t), ICV(t), H(t) and W(t) values are manually entered into the input unit 2 by a user.

The program stored in the microprocessor storage unit 1 a is now—with the help of stored previously established data—determining ECV and ICV contributions to some of the four compartments as is required to obtain the mal-hydration volume ECV_(hydr)(t).

In a first step, the contributions ECV_(basic)(t) and ICV_(basic)(t) to the basic weight W_(basic)(t) are derived. In order to determine the basic weight, all components of the body which are not muscle, fat or mal-hydration have to be identified. The main components or subcompartments of W_(basic)(t) are bones, organs, blood and skin. One therefore has $\begin{matrix} {{{W_{basic}(t)} = {\sum\limits_{i}^{\quad}\quad{W_{{basic},i}(t)}}},} & (3) \\ {{{here}\quad{W_{basic}(t)}} = {{W_{{basic},{bones}}(t)} + {W_{{basic},{organs}}(t)} + {W_{{basic},{blood}}(t)} + {{W_{{basic},{skin}}(t)}.}}} & (3.1) \end{matrix}$

It is a useful approximation to assume that there are mass fraction percentages for these subcompartments which refer to an average weight W_(av) in a population in dependence on at least one anthropometric measure X(t). The height H(t) of the patient has turned out to be a very valuable parameter to be used for such a purpose. The average weight W_(av) is the weight to be expected if muscle and fat content (as well as mal-hydration) are comparable to the population mean used.

In FIG. 5 weight is plotted versus height (“Hgt & Wgt”) for a mixed male/female reference population (without kidney disease). Despite height clearly is a dominant factor influencing weight, there is a considerable weight variation for a given height, which is explained by fat and muscle mass variations between persons of same height.

In FIG. 5 possible relationships between H(t) and W_(av)(t) are also illustrated. The dashed line shows a regression analysis result with W _(av)(H(t))=k _(HW)(H(t)−H ₀)  (4), where k_(HW)=0,877 kg/cm and H₀=90,7 cm. A useful approximation for a height range from 150 cm to 200 cm is k_(HW)=1 kg/cm and H₀=100 cm (“H-100” line in FIG. 5).

In FIG. 5 males and females were not distinguished since for both the same relation was observed. Nevertheless improved relationships replacing equation (4), involving various further data like sex, age etc. might be constructed without departing from the general concept of this invention.

The mass fractions of the subcompartments on this average weight W_(av)(t) are—at least partly—taken from previously established data (H. Skelton: The storage of water by various tissues of the body, Arch. Int. Med. 40, 140 (1972); H. C. Lukaski, Estimation of muscle mass, chap. 6, in Human Body Composition, edited by A. F. Roche, S. B. Heymsfield and T. G. Lohman, Human Kinetics, 1996, p. 109-128; H. Rico, M. Revilla and E. R. Hernadez: Sex differences in the acquisition of total bone mineral mass peak assessed through dual-energy x-ray absorbitometry, Calcified Tissue International 51, 251 (1992); E. Witzleb: Funktionen des Gefäβsystems, chap. 20, in: Physiologie des Menschen, edited by R. F. Schmidt and G. Thews, Berlin-Heidelberg, Springer-Verlag, 1987, p. 505-571; C. Weiss and W. Jelkmann, Funktionen des Blutes, chap. 18, in: Physiologie des Menschen, edited by R. F. Schmidt and G. Thews, Berlin-Heidelberg, Springer-Verlag, 1987, p. 422-460; D. DuBois and E. F. DuBois: A formula to estimate the approximate surface area if height and weight be known, Arch Int Med 17, 863 (1916)). Hence for the subcompartment weights W_(basic,i)(t) the following relation is used: W _(basic,i)(t)=k _(i) W _(av)(H(t))  (5).

The fractions k_(i) as extracted from the literature are summarized in a table in FIG. 6. It is important to mention that fractions k_(HW) (relating average weight to height) and k_(i) (relating basic weight components to average weight) are dependent on the population selected for deriving these parameters, though the W_(basic,i) are expected to exhibit only a minor dependence due to the concept how the basic weight W_(basic) is defined. Due to this concept first reliable results for the hydration status are already obtained with the data of FIGS. 5 and 6 which were derived from various literature sources for which the reference populations are likely to have differed. Nonetheless the precision of the W_(basic,i) should be particularly accurate if k_(HW) and k_(i) have been determined for the same population.

For the bones it has turned out to be useful to distinguish between males and females. This is caused by the fact the mineral bone content is different between males and females. For the other subcompartments such a differentiation has not been found necessary in order to yield reasonable results.

For W_(basic,blood)(t) it has proved helpful to apply a further refinement. Though blood is contained in organs and in the arterial and venous vessels supplying organs and muscles, it is also considerably distributed in the muscle tissue. Once one has attributed the mass variability from one individual to another to the muscle and the fat compartment, the volume of the blood mass compartment is consequently decomposed into one part which is only dependent on the anthropometric parameter as in equation (5) and into a second part which depends on the mass of the muscle department: V _(basic,blood)(t)=k _(blood,av) W _(av)(H(t))+k _(blood,muscle) W _(muscle)(t)  (6), where k_(blood,av) and k_(blood,muscle) are empirical coefficients which are also given in FIG. 6.

Blood mass varies slightly due to the haematocrit Hct(t). If the density of plasma is assumed to be constant, then the mass of blood may be expressed as W _(basic,blood)(t)=V _(basic,blood)(t)((1−Hct(t))ρ_(pl) +Hct(t)ρ_(ery))  (7), where ρ_(pl) is the blood plasma density (1,027 kg/litre) and ρ_(ery) is the erythrocyte density (1,096 kg/litre). In a first approximation the method according to the invention may be applied by assuming a fixed average value for Hct(t) since the deviations due to variations of the haematocrit are small. Should the haematocrit however have been determined, the application of equation (7) is a useful improvement.

The skin occupies a relatively large mass fraction (ca. 18%) which includes the subcutaneous tissue. Some fat is likely to be contained in this subcutaneous component. However, this “basic fat” together with any other tissue may be regarded collectively as “the skin”, and is not included in the fat component to be calculated below.

The skin mass is regarded to be independent of sex, but dependent on body surface area (BSA). If a person gains much weight at same height, it is expected that skin is not just stretched, but additional skin accumulates. After weight loss the opposite should happen. Therefore skin mass should not only be scaled according to the average weight. Additionally a factor relating real BSA to BSA at average weight for the given height should be considered: $\begin{matrix} {{W_{{basic},{skin}}(t)} = {k_{skin}{W_{av}(t)}{\frac{{BSA}\left( {{W(t)},{H(t)}} \right)}{{BSA}\left( {{W_{av}(t)},{H(t)}} \right)}.}}} & (8) \end{matrix}$

For the calculation of the body surface area BSA(W,H) an expression given by DuBois and DuBois (D. DuBois and E. F. DuBois: A formula to estimate the approximate surface area if height and weight be known, Arch Int Med 1916 17, 863 (1916)) may be used: BSA(W,H)[cm²]=71,84(W[kg])^(0,425)(H[cm])^(0,725)  (9).

Regarding equations (3) to (9) is hence possible—taking the determined values of the anthropometric parameter H(t) and the weight W(t)—to determine the basic weight W_(basic)(t). The total weight W(t) is actually only entering the calculation as a kind of second order effect for the derivation of W_(basic,skin)(t) according to equation (8). If in a first approximation W_(basic,skin)(t) is taken to be dependent on W_(av)(t) only, the total weight W(t) would not be required for the calculation of W_(basic)(t).

According to equation (6) it is however necessary to also determine W_(muscle)(t) in order to derive W_(basic,blood)(t) and thus W_(basic)(t). This point will be addressed further below.

The method of the invention which is implemented in the program stored in the microprocessor storage unit 1 a is now taking advantage of the determined ECV(t) and ICV(t) values and compares them with some of the ECV and ICV contributions of the various compartments. For the first compartment W_(basic) one has: $\begin{matrix} {{{{ECV}_{basic}(t)} = {\sum\limits_{i}^{\quad}\quad{{ECV}_{{basic},i}(t)}}},} & (10.1) \\ {{{ICV}_{basic}(t)} = {\sum\limits_{i}^{\quad}\quad{{{ICV}_{{basic},i}(t)}.}}} & (10.2) \end{matrix}$

Each subcompartment W_(basic,i)(t) will contribute differently to the ECV and ICV spaces. It has been proved reasonable to take the ECV_(basic,i)(t) and ICV_(basic,i)(t) contributions to be linearly proportional to W_(basic,i)(t): ECV _(basic,i)(t)=λ_(ECV,i) W _(basic,i)(t)  (11.1), ICV _(basic,i)(t)=λ_(ICV,i) W _(basic,i)(t)  (11.2).

Examples of values of the coefficients λ_(ECV,i) and λ_(ICV,i) which have been extracted from the literature are compiled in FIG. 7. For λ_(ECV,blood) and λ_(ICV,blood) similar corrections like equation (7) may be used which take into account any dependence on the haematocrit. Such corrections start from the concept that ECV_(basic,blood)(t) is made up by the blood plasma volume and ICV_(basic,blood)(t) is made up by the blood cell volume. The shown values for λ_(ECV,blood) and λ_(ICV,blood) were accordingly calculated for a range of the haematocrit from 22% to 50%, this range covering the range of normohydrated patients and the low haematocrit range of dialysis patients.

With the help of equations (10.1) to (11.2) it is now possible to deduce the extracellular water volume ECV_(basic)(t) of the first (basic) compartment and to do the same for the intracellular water volume ICV_(basic)(t).

Referring to FIG. 1 the following relationship is found, taking into account that the mal-hydration weight W_(hydr)(t) and the fat weight W_(fat)(t), i.e. the third and fourth compartments, have only negligible ICV contents: ICV _(muscle)(t)=ICV(t)−ICV_(basic)(t)  (12).

Since the second compartment, i.e. the muscle tissue, has a specific ratio of extra-to intracellular water volumes, $\begin{matrix} {{\gamma = \frac{{ECV}_{muscle}(t)}{{ICV}_{muscle}(t)}},} & (13) \end{matrix}$ (from population data γ=0.582 has been derived) it is possible to derive the volume of ECV_(muscle)(t) as ECV _(muscle)(t)=(ICV(t)−ICV _(basic)(t))γ  (14).

Considering further a fixed fraction λ_(TBW) _(—) _(muscle) of water per unit mass of muscle, the muscle weight W_(muscle)(t) is derived as $\begin{matrix} {{{W_{muscle}(t)} = {\frac{{{ECV}_{muscle}(t)} + {{ICV}_{muscle}(t)}}{\lambda_{TBW\_ muscle}} = \frac{\left( {{{ICV}(t)} - {{ICV}_{basic}(t)}} \right)\left( {1 + \gamma} \right)}{\lambda_{TBW\_ muscle}}}},} & (15) \end{matrix}$ where λ_(TBW) _(—) _(muscle)=0,757 litres/kg is taken from the literature.

With equation (15) W_(muscle)(t) is now calculated, a parameter which already was required for equation (6), introducing a small improvement for blood volume calculation. By means of an appropriate computer program a method might be applied which solves the equations by an iterative procedure which is well known in the art, e.g. starting with a population average value for W_(muscle)(t) and iteratively repeating calculations in equations (6) to (15) until consistent data are found.

It is worth noting that the small dependence between W_(basic)(t) and W_(muscle)(t) might also be entangled by using a slightly different definition for W_(basic,blood)(t): Instead of assigning the blood contained in the muscle compartment to the blood subcompartment of the basic compartment, it is also possible to assign it to the muscle compartment. The second term in equation (6) is then added to W_(muscle)(t) instead of leading to a contribution to W_(basic,blood)(t). The parameters for both compartments may then be derived directly. This alternative approach only represents an equivalent mathematical approach which is not departing from the concept of the invention.

The program stored in the microprocessor storage unit 1 a is now able to derive the ECV_(hydr)(t) component of the third compartment W_(hydr)(t) by again taking into account the situation shown in FIG. 1: Assuming first that all mal-hydration is sequestered in the, ECV space and second that the fourth compartment, the fat compartment, does not contribute to the measured ECV(t), this ECV_(hydr)(t) component is derived by equation (1).

Another parameter frequently used to characterize nutrition status is the lean body mass, (LBM), On the basis of the concept described, this parameter LBM(t) is simply the sum of basic and muscle, compartments, i.e. LBM(t)=W _(basic)(t)+W _(muscle)(t)  (16).

The value for LBM(t) may thus easily also be derived. Especially for mal-hydrated patients the concept of this invention should allow a more precise determination of LBM, since other known concepts to determine LBM usually cannot distinguish between tissue and excess fluid, i.e. there is the danger that a malnourished and overhydrated patient might be erroneously characterized as being well-nourished and normohydrated.

Once ECV_(hydr)(t) has been determined, in a further mode of the invention the corresponding weight W_(hydr)(t) is also derived by the microprocessor program by simply multiplying ECV_(hydr)(t) by ρ_(ECV)(=1 kg/litre). The weight W_(fat)(t) of the fourth compartment may then additionally be derived from equation (2) by solving for this variable. The dry weight—if required—may be derived by subtracting W_(hydr)(t) from W(t).

The whole procedure by which the program progresses in order to derive the various results is summarized by FIG. 8.

The result for ECV_(hydr)(t) or W_(hydr)(t) is finally passed on to an output unit 9 which is a display device and which displays the result to a user. Further results—independent whether intermediate or as further result like the weight W_(fat)(t)—might add to the informative character of the display.

The compartmental results may be stored in the device to enable a trend analysis including previously derived results. It has also proved useful to smooth the data by deriving weighted average values from the latest and the previous data. For this purpose various algorithms are available in the art to reduce statistical scatter in the data. A useful improvement in the averaging procedure for the current result to be displayed was obtained by giving the latest measurement the highest weight and by decreasing the weight of other, previous measurements with increasing time that has passed since the measurements were taken.

The disclosed device and method according to the invention is hence able to provide for a powerful technique for the management of dry weight. In case the weight W_(fat)(t) of the fat mass compartment and/or the weight W_(muscle)(t) of the muscle mass compartment are also determined the invention is yielding useful further results which allow conclusions about the nutritional status of the patient This is of course not dependent on whether the patient is really mal-hydrated or not

Hence management of any individual is possible, independent of any treatment modality. The invention is particularly applicable for patients which undergo end stage renal failure treatments like hemodialysis, hemofiltration, hemodiafiltration or any forms of peritoneal dialysis (all these treatment modalities are summarized throughout this patent application by the terminology “a dialysis treatment”). A characterization of hydration status might also be highly desirable within the intensive care setting, since highly abnormal electrolyte and fluid conditions are frequent for such patients. Furthermore, measurement in virtually any setting where nutrition or fitness parameters are required, including home, pharmacies, medical practices, dialysis units, wards, fitness centers, etc, would be practical. 

1. A method for determining the volume of a body compartment ECV_(hydr)(t) of a patient at a time t comprising the steps of: determining at least one anthropometric measure X(t) of the patient at the time t, determining the extracellular water volume ECV(t) of the patient at the time t, determining the intracellular water volume ICV(t) of the patient at the time t, deriving the extracellular water volume ECV_(basic)(t) of a first compartment with weight W_(basic)(t) of the patient at the time t by using X(t), deriving the extracellular water volume ECV_(sec)(t) of a second compartment with weight W_(sec)(t) of the patient at the time t by using ICV(t), deriving the volume ECV_(hydr)(t) as the extracellular water volume of a third compartment of the patient with weight W_(hydr)(t) by using the equation ECV _(hydr)(t)=ECV(t)−ECV _(basic)(t)−ECV _(sec)(t).
 2. The method according to claim 1 characterized in that the second compartment represents the muscle tissue with weight W_(muscle)(t) and the extracellular water volume ECV_(muscle)(t).
 3. The method according to claim 1 characterized in that the intracellular water volume ICV_(basic)(t) of the first compartment is also derived from X(t) and that ICV_(basic)(t) is also used to derive ECV_(sec)(t).
 4. The method according to claim 1 characterized in that the weight W(t) of the patient at time t is determined and that the extracellular water volume ECV_(basic)(t) and/or the intracellular water volume ICV_(basic)(t) of the first compartment are derived by using X(t) and W(t).
 5. The method according to claim 1 characterized in that the extracellular and/or intracellular water volumes ECV_(basic)(t) and ICV_(basic)(t) of the first compartment are derived by also using ICV(t).
 6. The method according to claim 1 characterized in that the at least one anthropometric measure X(t) is the height H(t) of the patient at the time t.
 7. The method according to claim 1 characterized in that ECV(t) and ICV(t) are derived from a bioimpedance measurement.
 8. The method according to claim 1 characterized in that ECV_(basic)(t) is derived from various subcompartments by the following equation: ${{{ECV}_{basic}(t)} = {\sum\limits_{i}^{\quad}\quad{{ECV}_{{basic},i}(t)}}},$ where ECV_(basic,i)(t) is the ECV of the i^(th) subcompartment of the first compartment at the time t.
 9. The method according to claim 8 characterized in that at least one of the i ECV_(basic,i)(t) values is derived as proportional part of the weight W_(basic,i)(t) of the i^(th) subcompartment, i.e. ECV _(basic,i)(t)=λ_(ECV,i) W _(basic,i)(t), where λ_(ECV,i) is the corresponding proportionality constant.
 10. The method according to claim 1 characterized in that ICV_(basic)(t) is derived from various subcompartments by the following equation: ${{{ICV}_{basic}(t)} = {\sum\limits_{i}^{\quad}\quad{{ICV}_{{basic},i}(t)}}},$ where ICV_(basic,i)(t) is the ICV of the i^(th) subcompartment of the first compartment at the time t.
 11. The method according to claim 10 characterized in that at least one of the i ICV_(basic,i)(t) values is derived as proportional part of the weight W_(basic,i)(t) of the i^(th) subcompartment, i.e. ICV _(basic,i)(t)=λ_(ICV,i) W _(basic,i)(t), where λ_(ICV,i) is the corresponding proportionality constant.
 12. The method according to claim 8 characterized in that the subcompartments comprise four subcompartments representing the skeleton (ECV_(basic,sceleton), ICV_(basic,sceleton), W_(basic,skeleton)), organs (ECV_(basic,organ), ICV_(basic,organ), W_(basic,organ)), blood (ECV_(basic,blood), ICV_(basic,blood), W_(basic,blood)) and skin (ECV_(basic,skin), ICV_(basic,skin), W_(basic,skin)).
 13. The method according to claim 6 characterized in that an average weight W_(av)(H(t)) is derived from the measured height H(t) of a patient and a previously established H against W_(av)(H) relation for a reference population and that at least one of the subcompartmental weights W_(basic,i) is derived by W _(basic,i)(t)=k _(i) W _(av)(H(t)), where k_(i) is the corresponding proportionality constant.
 14. The method according to claim 12 characterized in that the relation for W_(basic,i)(t) is used for the skeleton and the organ subcompartment.
 15. The method according to claim 12 characterized in that the haematocrit Hct(t) of the patient at the time t is determined and that Hct(t) is used to derive W_(basic,blood)(t).
 16. The method according to claim 12 characterized in that the body surface area index (BSA(t)) of the patient at the time t is determined and that BSA(t) is used to derive W_(basic,skin)(t).
 17. The method according to claim 4 characterized in that the masses W_(basic)(t), W_(sec)(t) and W_(hydr)(t) of the first, second and third compartments are derived and that the mass W_(fat)(t) of a fourth compartment of the patient at the time t is derived by the following formulae: W _(fat)(t)=W(t)−W _(basic)(t)−W _(sec)(t)−W _(hydr)(t).
 18. A device (10) for carrying out the method according to claim 1 comprising a microprocessor unit (1) which in turn comprises a microprocessor program storage unit (1 a), an input unit (2) to enable entering values of ECV(t), ICV(t) and X(t), a computer storage unit (3) for storing the ECV(t), ICV(t) and X(t) values, wherein the microprocessor program storage unit (1 a) comprises a program for deriving the extracellular water volume ECV_(hydr)(t) by deriving the extracellular water volume ECV_(basic)(t) of the first compartment with weight W_(basic)(t) of the patient at the time t by using the value(s) of X(t), by deriving the extracellular water volume ECV_(sec)(t) of the second compartment with weight W_(sec)(t) of the patient at the time t by using the value of ICV(t), and by deriving the volume ECV_(hydr)(t) as the extracellular water volume of the third compartment of the patient with weight W_(hydr)(t) by using the equation ECV _(hydr)(t)=ECV(t)−ECV _(basic)(t)−ECV _(sec)(t)
 19. The device according to claim 18 characterized in that it further comprises means (5) for determining the ECV(t) and ICV(t) values.
 20. The device according to claim 18 characterized in that it further comprises means (7) for determining the values of the at least one anthropometric measure X(t) and/or the weight W(t) of the patient at the time t.
 21. The device according to claim 19 characterized in that the means (5) for determining the ECV(t) and ICV(t) values is a bioimpedance measurement device.
 22. The device according to claim 18 characterized in that the input unit (2) is a manual user interface, preferably a keyboard.
 23. The device according to claim 18 characterized in that the input unit (2) comprises an interface for means (5) for determining the ECV(t) and ICV(t) values and/or means (7) for determining the X(t) and/or W(t) values.
 24. The device according to claim 18 further comprising an output unit (9) that is linked to the microprocessor unit (1) for outputting, preferably displaying the derived ECV_(hydr)(t) value.
 25. The device according to claim 18 characterized in that the input unit (2) is enabled to receive a value for the haematocrit Hct(t) of the blood of the patient at the time t and that the computer storage unit (3) is enabled to store this value and that the program stored in the microprocessor program storage unit (1 a) corrects the weight of the first compartment W_(basic)(t) for the value of the haematocrit.
 26. A method for determining a muscle weight W_(muscle)(t) of a patient at a time t comprising the steps of: determining at least one anthropometric measure X(t) of the patient at the time t, determining the intracellular water volume ICV(t) of the patient at the time t, deriving the intracellular water volume ICV_(basic)(t) of a first compartment with weight W_(basic)(t) of the patient at the time t by using X(t), and deriving the muscle weight W_(muscle)(t) as the weight of a second compartment of the patient by using ICV_(basic)(t) and ICV(t)
 27. The method according to claim 26 characterized in that W_(muscle)(t) is derived by the relation ${{W_{muscle}(t)} = \frac{\left( {{{ICV}(t)} - {{ICV}_{basic}(t)}} \right)\left( {1 + \gamma} \right)}{\lambda_{TBW\_ muscle}}},$ where γ is the ratio between the extracellular water to intracellular water volume in the second compartment and λ_(TBW) _(—) _(muscle) is the fraction of water per unit mass in the second compartment.
 28. The method according to claim 26 characterized in that the weight W_(basic)(t) of the first compartment of the patient at the time t is also derived by using X(t).
 29. The method according to claim 28 characterized in that a lean body mass LBM(t) of the patient at the time t is derived by using the equation LBM(t)=W _(basic)(t)+W _(muscle)(t).
 30. The method according to claim 26 characterized in that the first compartment comprises the skeleton, organs, blood and skin of the patient.
 31. A device (10) for carrying out the method according to claim 26 comprising a microprocessor unit (1) which in turn comprises a microprocessor program storage unit (1 a), an input unit (2) to enable entering values of ICV(t) and X(t), a computer storage unit (3) for storing the ICV(t) and X(t) values, wherein the microprocessor program storage unit (1 a) comprises a program for deriving the muscle mass W_(muscle)(t) of the second compartment by deriving the intracellular water volume ICV_(basic)(t) of the first compartment with weight W_(basic)(t) of the patient at the time t by using the value(s) of X(t), and by deriving the weight W_(muscle)(t) of the second compartment of the patient at the time t by using ICV_(basic)(t) and ICV(t).
 32. A microprocessor program storage medium characterized in that the microprocessor program according to claim 18 is stored on it. 